1 test for chaos provides a simple method that can be used to detect the occurrence of non-
regular stationary responses of dynamical systems of any sort. Besides the simplicity of its …

The paper investigates asymmetries effects over a nonlinear vibration energy harvester
dynamics. The asymmetric system performance is compared with symmetric ones. Different …

In this paper we discuss in detail the resonance and oversampling features of the 0/1 test for
chaos in continuous systems and propose methods to avoid those undesired features. Our …

We perform the stability analysis and we study the chaotic behavior of dynamical systems,
which depict the 3‐particle Toda lattice truncations through the lens of the 0‐1 test, proposed …

In a recent paper, Webel (2012) provides evidence of chaotic structures in the stock returns
of all DAX members, by using the so-called 0–1 test developed by Gottwald and Melbourne …

Physically unacceptable chaotic numerical solutions of nonlinear circuits and systems are
discussed in this paper. First, as an introduction, a simple example of a wrong choice of a …

We first study how to make use of the Marotto theory to prove rigorously the existence of the
Li‐Yorke chaos in diffusively coupled map lattices with open boundary conditions (ie, a high …

The paper investigates asymmetries effects over a nonlinear vibration energy harvester
dynamics. The asymmetric system performance is compared with symmetric ones. Different …

In this work we study the possibility of detecting the so-called strong stochasticity threshold
(ie, the transition between weak and strong chaos as the energy density of the system is …

The goal of this research is to explore criteria sufficient to produce oscillations, sample some
dynamical systems that oscillate, and investigate synchronization. A discussion on linear …